arrange -5/6,-7/12,-11/18,-13/24 in ascending order
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Answered by
1
hey here ur answer..
-13/24< -7/12<-11/18< - 5/ 6
hope this helps
-13/24< -7/12<-11/18< - 5/ 6
hope this helps
Answered by
4
To arrange them in ascending order you first need to convert all of them into their lowest common multiple. Therefore, the LCM of 6,12,18 and 24 is 72.
Thus, (-5*12)/72,
(-7*6)/72,
(-11*4)/72,
(-13*3)/72
= -60/72, -42/72, -44/72, -39/72
Therefore the smallest is -60/72<-44/72<-42/72<-39/72.
Thus, the correct order is
-5/6<-11/18<-7/18<-13/24
Hope this helps.
Thus, (-5*12)/72,
(-7*6)/72,
(-11*4)/72,
(-13*3)/72
= -60/72, -42/72, -44/72, -39/72
Therefore the smallest is -60/72<-44/72<-42/72<-39/72.
Thus, the correct order is
-5/6<-11/18<-7/18<-13/24
Hope this helps.
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